the Time between two arrivals in a queuing model is normally distributed with mean 2 minutes and standard deviation 0.25 minutes if random samples of size 36 are drawn what is the probability that the sample mean will be less then 2.25 minutes ?
"\\mu=2 \\\\\n\\sigma=0.25 \\\\\nn=36 \\\\\nP(\\bar{x}<2.25) = P(Z< \\frac{2.25-2}{0.25\/ \\sqrt{36}}) \\\\\n= P(Z<6) \\\\\n= 0.9999"
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